<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Bookworm Room &#187; Economics</title>
	<atom:link href="http://www.bookwormroom.com/category/economics/feed/" rel="self" type="application/rss+xml" />
	<link>http://www.bookwormroom.com</link>
	<description>Conservatives deal with facts and reach conclusions; liberals have conclusions and sell them as facts.</description>
	<lastBuildDate>Thu, 09 Feb 2012 23:36:52 +0000</lastBuildDate>
	<language>en</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.3.1</generator>
		<item>
		<title>Enacting useless regulations in order to force the transfer of wealth from rich to poor</title>
		<link>http://www.bookwormroom.com/2012/01/13/enacting-useless-regulations-in-order-to-force-the-transfer-of-wealth-from-rich-to-poor/</link>
		<comments>http://www.bookwormroom.com/2012/01/13/enacting-useless-regulations-in-order-to-force-the-transfer-of-wealth-from-rich-to-poor/#comments</comments>
		<pubDate>Sat, 14 Jan 2012 00:30:02 +0000</pubDate>
		<dc:creator>Bookworm</dc:creator>
				<category><![CDATA[Economics]]></category>
		<category><![CDATA[Milton Friedman]]></category>
		<category><![CDATA[Redistribution]]></category>
		<category><![CDATA[Regulation]]></category>

		<guid isPermaLink="false">http://www.bookwormroom.com/?p=20848</guid>
		<description><![CDATA[There&#8217;s a famous story about Milton Friedman&#8217;s response when confronted with make-work projects: While traveling by car during one of his many overseas travels, Professor Milton Friedman spotted scores of road builders moving earth with shovels instead of modern machinery. When he asked why powerful equipment wasn’t used instead of so many laborers, his host [...]]]></description>
			<content:encoded><![CDATA[<div class="tweetmeme_button" style="float: right; margin-left: 10px;">
			<a href="http://api.tweetmeme.com/share?url=http%3A%2F%2Fwww.bookwormroom.com%2F2012%2F01%2F13%2Fenacting-useless-regulations-in-order-to-force-the-transfer-of-wealth-from-rich-to-poor%2F"><br />
				<img src="http://api.tweetmeme.com/imagebutton.gif?url=http%3A%2F%2Fwww.bookwormroom.com%2F2012%2F01%2F13%2Fenacting-useless-regulations-in-order-to-force-the-transfer-of-wealth-from-rich-to-poor%2F&amp;source=bookwormroom&amp;style=normal&amp;b=2" height="61" width="50" /><br />
			</a>
		</div>
<p style="text-align: center;"><a href="http://www.bookwormroom.com/wp-content/uploads/2012/01/MB900295168.gif"><img class="aligncenter  wp-image-20851" title="Shovel" src="http://www.bookwormroom.com/wp-content/uploads/2012/01/MB900295168.gif" alt="" width="154" height="154" /></a></p>
<p>There&#8217;s a famous story about Milton Friedman&#8217;s response when confronted with <a href="http://tarpon.wordpress.com/2009/05/27/milton-friedman-shovels-vs-spoons/" target="_blank">make-work projects</a>:</p>
<blockquote><p>While traveling by car during one of his many overseas travels, Professor Milton Friedman spotted scores of road builders moving earth with shovels instead of modern machinery. When he asked why powerful equipment wasn’t used instead of so many laborers, his host told him it was to keep employment high in the construction industry. If they used tractors or modern road building equipment, fewer people would have jobs was his host’s logic</p>
<p>Then instead of shovels, why don’t you give them spoons and create even more jobs?” Friedman inquired.</p></blockquote>
<p>We all know that government&#8217;s do this to swell the job rolls.  But what happens when governments create regulations that force private citizens to create make-work?  Zombie explains that it&#8217;s just <a href="http://pjmedia.com/zombie/2012/01/13/the-leaf-blower-paradox-and-the-fundamental-fallacy-of-obamanomics/" target="_blank">socialist redistribution in a different guise</a>.</p>
<p style="text-align: center;"><a href="http://www.bookwormroom.com/wp-content/uploads/2012/01/MB900356702.gif"><img class="aligncenter  wp-image-20852" title="Spoon" src="http://www.bookwormroom.com/wp-content/uploads/2012/01/MB900356702.gif" alt="" width="154" height="154" /></a></p>
]]></content:encoded>
			<wfw:commentRss>http://www.bookwormroom.com/2012/01/13/enacting-useless-regulations-in-order-to-force-the-transfer-of-wealth-from-rich-to-poor/feed/</wfw:commentRss>
		<slash:comments>9</slash:comments>
		</item>
		<item>
		<title>Wendell Romney</title>
		<link>http://www.bookwormroom.com/2012/01/11/wendell-romney/</link>
		<comments>http://www.bookwormroom.com/2012/01/11/wendell-romney/#comments</comments>
		<pubDate>Thu, 12 Jan 2012 03:11:54 +0000</pubDate>
		<dc:creator>Danny Lemieux</dc:creator>
				<category><![CDATA[Capitalism]]></category>
		<category><![CDATA[Democrats]]></category>
		<category><![CDATA[Economics]]></category>
		<category><![CDATA[Elections]]></category>
		<category><![CDATA[Government]]></category>
		<category><![CDATA[Mitt Romney]]></category>
		<category><![CDATA[Presidential elections]]></category>
		<category><![CDATA[Economy]]></category>
		<category><![CDATA[Election]]></category>
		<category><![CDATA[FDR]]></category>
		<category><![CDATA[Liberalism]]></category>
		<category><![CDATA[Marxism]]></category>
		<category><![CDATA[Obama]]></category>
		<category><![CDATA[Wendell Willkie]]></category>

		<guid isPermaLink="false">http://www.bookwormroom.com/?p=20812</guid>
		<description><![CDATA[Does history repeat itself? I fervently hope not. Ok, I have grudgingly thrown my support behind Mitt Romney. It&#8217;s not that I am excited about Romney as a candidate, but I am genuinely excited about the need to get Obama out of office before he does irreversible damage to this country. But, here is where [...]]]></description>
			<content:encoded><![CDATA[<div class="tweetmeme_button" style="float: right; margin-left: 10px;">
			<a href="http://api.tweetmeme.com/share?url=http%3A%2F%2Fwww.bookwormroom.com%2F2012%2F01%2F11%2Fwendell-romney%2F"><br />
				<img src="http://api.tweetmeme.com/imagebutton.gif?url=http%3A%2F%2Fwww.bookwormroom.com%2F2012%2F01%2F11%2Fwendell-romney%2F&amp;source=bookwormroom&amp;style=normal&amp;b=2" height="61" width="50" /><br />
			</a>
		</div>
<p>Does history repeat itself? I fervently hope not.</p>
<p>Ok, I have grudgingly thrown my support behind Mitt Romney. It&#8217;s not that I am excited about Romney as a candidate, but I am genuinely excited about the need to get Obama out of office before he does irreversible damage to this country. But, here is where I see a problem:</p>
<p>In one corner, we have a radical Marxist/Progressive, with little to no understanding of human nature and economics, who is on a tear to totally transform society to fit a bankrupt utopian ideology. In the process, he destroys jobs, strips companies of investment capital, destroys human capital, demonizes success, romanticizes failure, takes command of and promptly ruins entire segments of the economy, undermines the Constitution, blatantly disregards the law and does his very best to bankrupt the country while redefining entire segments of the population as dependent wards of the state.</p>
<p>In the other corner, we have a square-jawed, well-coiffed, highly intelligent, erudite and successful businessman who made his mark in an industry demonized and under constant assault by the President. Formerly a Liberal, he now claims to be a Conservative, although large swaths of the Republican party refuse to accept his supposed conversion to conservatism as sincere. He is a nice, rational man who believes in using soft-spoken discourse to sway people and find common ground. Rather than go on a blistering attack in support of the capitalist, free-enterprise economy, he ends up trying to placate the population with his moderation and management credentials, while fending off internal strife within the Republican Party between those that promote strong advocacy of conservative principles and those seeking an accommodationist &#8220;middle way&#8221;. In many ways, he remains tone deaf to how others perceive him to be and how they react to his awkward choices of words.</p>
<p>This man of whom I speak was Wendell Willkie. He ran against FDR in 1940 and got creamed by 5 million votes. Now, I realize there are many differences between then and now, but take a look at these photos below and please tell me they don&#8217;t suggest a spooky echo of the past. </p>
<div class="wp-caption alignleft" style="width: 190px"><a href="http://www.usfamily.net/web/timwalker/images/ww3.jpg"><img alt="" src="http://www.usfamily.net/web/timwalker/images/ww3.jpg" width="180" height="280" /></a><p class="wp-caption-text">Wendell Willkie</p></div>
<div class="wp-caption alignright" style="width: 100px"><a href="http://cache.daylife.com/imageserve/01tJ3QJ8KH4uq/90x90.jpg?center=0.5,0"><img alt="" src="http://cache.daylife.com/imageserve/01tJ3QJ8KH4uq/90x90.jpg?center=0.5,0" width="90" height="90" /></a><p class="wp-caption-text">Mitt Romney</p></div>
]]></content:encoded>
			<wfw:commentRss>http://www.bookwormroom.com/2012/01/11/wendell-romney/feed/</wfw:commentRss>
		<slash:comments>17</slash:comments>
		</item>
		<item>
		<title>&#8220;Keynes&#8221; and other back-pats</title>
		<link>http://www.bookwormroom.com/2011/12/19/keynes-and-other-back-pats/</link>
		<comments>http://www.bookwormroom.com/2011/12/19/keynes-and-other-back-pats/#comments</comments>
		<pubDate>Tue, 20 Dec 2011 02:19:34 +0000</pubDate>
		<dc:creator>Danny Lemieux</dc:creator>
				<category><![CDATA[Al Gore]]></category>
		<category><![CDATA[Barack Obama]]></category>
		<category><![CDATA[Capitalism]]></category>
		<category><![CDATA[Climate change]]></category>
		<category><![CDATA[Economics]]></category>
		<category><![CDATA[Energy]]></category>
		<category><![CDATA[Environmentalism]]></category>
		<category><![CDATA[Government]]></category>
		<category><![CDATA[Iraq]]></category>
		<category><![CDATA[Islam]]></category>
		<category><![CDATA[Israel]]></category>
		<category><![CDATA[Leftist morality]]></category>
		<category><![CDATA[Liberal blogs]]></category>
		<category><![CDATA[Muslim violence]]></category>
		<category><![CDATA[AGW]]></category>
		<category><![CDATA[EU]]></category>
		<category><![CDATA[Global Warming]]></category>
		<category><![CDATA[Islamicism]]></category>
		<category><![CDATA[Keynes]]></category>
		<category><![CDATA[Samuelson]]></category>

		<guid isPermaLink="false">http://www.bookwormroom.com/?p=20455</guid>
		<description><![CDATA[Here&#8217;s a Robert Samuelson article, &#8220;bye bye Keynes&#8221; that should give us all pause: the arguments he uses to write Keynes&#8217; obituary are arguments that we all posited in our own excoriation of Keynes in years past, in response to a string of commentators, ranging from A to Z. I&#8217;ve been reviewing our last few [...]]]></description>
			<content:encoded><![CDATA[<div class="tweetmeme_button" style="float: right; margin-left: 10px;">
			<a href="http://api.tweetmeme.com/share?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F12%2F19%2Fkeynes-and-other-back-pats%2F"><br />
				<img src="http://api.tweetmeme.com/imagebutton.gif?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F12%2F19%2Fkeynes-and-other-back-pats%2F&amp;source=bookwormroom&amp;style=normal&amp;b=2" height="61" width="50" /><br />
			</a>
		</div>
<p>Here&#8217;s <a href="http://www.washingtonpost.com/opinions/bye-bye-keynes/2011/12/16/gIQAS2oD3O_story.html" target="_blank">a Robert Samuelson article</a>, &#8220;bye bye Keynes&#8221; that should give us all pause: the arguments he uses to write Keynes&#8217; obituary are arguments that we all posited in our own excoriation of Keynes in years past, in response to a string of commentators, ranging from A to Z.</p>
<p>I&#8217;ve been reviewing our last few years at Bookworm Room and I think that we all deserve a round of huzzas and raised beer mugs or wine glasses, whatever is at hand. We&#8217;ve been so right about so many issues, be it &#8220;Keynesian&#8221;economics; anthropogenic global warming; the Islamist threat; U.S. fossil fuel reserves; &#8220;green&#8221; energy; Iraq; Obama; the EU&#8217;s collapse&#8230;and on and on und so weiter.  Sometimes, our prescience has preceded events on the ground by years.</p>
<p>To all of you Bookworm guests and, especially, to Bookworm, our hostess: I&#8217;m so d*** proud to know you! I am so much smarter for having enjoyed the many experiences of your insights and commentary.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.bookwormroom.com/2011/12/19/keynes-and-other-back-pats/feed/</wfw:commentRss>
		<slash:comments>3</slash:comments>
		</item>
		<item>
		<title>Milton Friedman, wise and witty</title>
		<link>http://www.bookwormroom.com/2011/11/29/milton-friedman-wise-and-witty/</link>
		<comments>http://www.bookwormroom.com/2011/11/29/milton-friedman-wise-and-witty/#comments</comments>
		<pubDate>Tue, 29 Nov 2011 16:06:24 +0000</pubDate>
		<dc:creator>Bookworm</dc:creator>
				<category><![CDATA[Economics]]></category>
		<category><![CDATA[Free Markets]]></category>
		<category><![CDATA[John Hawkins]]></category>
		<category><![CDATA[Milton Friedman]]></category>

		<guid isPermaLink="false">http://www.bookwormroom.com/?p=20153</guid>
		<description><![CDATA[John Hawkins has pulled together some excellent Milton Friedman quotations.  I&#8217;m embarrassed to admit that, growing up in my Left wing, liberal arts enclave, I&#8217;d never heard of Friedman.  I wonder if early exposure to his ideas (and his charm) would have lifted me out of the darkness sooner. My favorite quotation from the Hawkins [...]]]></description>
			<content:encoded><![CDATA[<div class="tweetmeme_button" style="float: right; margin-left: 10px;">
			<a href="http://api.tweetmeme.com/share?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F11%2F29%2Fmilton-friedman-wise-and-witty%2F"><br />
				<img src="http://api.tweetmeme.com/imagebutton.gif?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F11%2F29%2Fmilton-friedman-wise-and-witty%2F&amp;source=bookwormroom&amp;style=normal&amp;b=2" height="61" width="50" /><br />
			</a>
		</div>
<p>John Hawkins has pulled together some <a href="http://townhall.com/columnists/johnhawkins/2011/11/29/10_of_the_best_economics_quotes_from_milton_friedman" target="_blank">excellent Milton Friedman quotations</a>.  I&#8217;m embarrassed to admit that, growing up in my Left wing, liberal arts enclave, I&#8217;d never heard of Friedman.  I wonder if early exposure to his ideas (and his charm) would have lifted me out of the darkness sooner.</p>
<p>My favorite quotation from the Hawkins column is this one, which is the pithiest summary I can imagine for the beauty of a healthy marketplace:</p>
<blockquote><p>&#8220;The most important single central fact about a free market is that no exchange takes place unless both parties benefit.&#8221;</p></blockquote>
]]></content:encoded>
			<wfw:commentRss>http://www.bookwormroom.com/2011/11/29/milton-friedman-wise-and-witty/feed/</wfw:commentRss>
		<slash:comments>2</slash:comments>
		</item>
		<item>
		<title>Slouching into slavery</title>
		<link>http://www.bookwormroom.com/2011/10/30/slouching-into-slavery/</link>
		<comments>http://www.bookwormroom.com/2011/10/30/slouching-into-slavery/#comments</comments>
		<pubDate>Sun, 30 Oct 2011 13:19:01 +0000</pubDate>
		<dc:creator>Danny Lemieux</dc:creator>
				<category><![CDATA[Capitalism]]></category>
		<category><![CDATA[Culture]]></category>
		<category><![CDATA[Economics]]></category>
		<category><![CDATA[Education]]></category>
		<category><![CDATA[Freedom]]></category>
		<category><![CDATA[Government]]></category>
		<category><![CDATA[Leftist morality]]></category>
		<category><![CDATA[Liberal Fascism]]></category>
		<category><![CDATA[Occupy Wall Street]]></category>
		<category><![CDATA[Socialism]]></category>
		<category><![CDATA[The Bookworm Turns]]></category>
		<category><![CDATA[Truth]]></category>
		<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[Slavery]]></category>
		<category><![CDATA[Student Loans]]></category>

		<guid isPermaLink="false">http://www.bookwormroom.com/?p=19720</guid>
		<description><![CDATA[What the Occupy Wall Street (OWS) protestors don&#8217;t realize (yet) is that they have been suckered into becoming the agents of their own enslavement. Orwell had it so right in defining the Left because he was a man of the Left. The term &#8220;Orwellian&#8221; now refers to the Left&#8217;s use of terms to mean the [...]]]></description>
			<content:encoded><![CDATA[<div class="tweetmeme_button" style="float: right; margin-left: 10px;">
			<a href="http://api.tweetmeme.com/share?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F10%2F30%2Fslouching-into-slavery%2F"><br />
				<img src="http://api.tweetmeme.com/imagebutton.gif?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F10%2F30%2Fslouching-into-slavery%2F&amp;source=bookwormroom&amp;style=normal&amp;b=2" height="61" width="50" /><br />
			</a>
		</div>
<p>What the Occupy Wall Street (OWS) protestors don&#8217;t realize (yet) is that they have been suckered into becoming the agents of their own enslavement.</p>
<p>Orwell had it so right in defining the Left because he was a man of the Left. The term &#8220;Orwellian&#8221; now refers to the Left&#8217;s use of terms to mean the direct opposite of the intention of an idea or act (&#8220;war is peace&#8221;, for example). Orwell also noted the need for the State to invent enemies as a means of deflecting attention away from its own actions. It&#8217;s all about deflection away from true agendas.</p>
<p>Let me explain. Granted that the OWS movement is defined by many grievances, one underlying theme of  the OWS protests is the onerous debt assumed by students. I have sympathy for this because, as many commentators have already pointed out, these students were sold a bill of goods. The idea was that, whether qualified or motivated or not, kids could simply participate in the university experience, supported with &#8220;generous&#8221; (i.e., taxpayer-funded) government aid, and exit with a paper degree and guaranteed, high-paying job bereft of drudgery. This is the siren song that led to the inevitable crash upon the rocks of debt slavery.</p>
<p>Universities, those bastions of entitlement, have made out like bandits, taking the students money in exchange for worthless promises and worthless degrees. The government financed this process using &#8220;free&#8221; taxpayers&#8217; monies and, in the end, developed a class of dependents that will spend the rest of their lives working their way out of indentured servitude at the behest their government masters (the Golden Rule is those that own the gold, rule!). For, as these students are slowly realizing, government debt and dependency is forever&#8230;there is no escaping their obligations.</p>
<p>It used to be that students could tap loans from private lending institutions that assumed the risk of a student borrower&#8217;s success or failure. If the student went bankrupt, the bank suffered. That is how capitalism and free markets should work. Not so with Liberal government. When the Obama administration took over these lending services, it took away failure as an option. Today, neither students nor their parents can escape their student debt obligations and the total student debt outstanding has been estimated to approach $1.0 trillion.</p>
<p>Many of these OWS students are now answerable to their government masters for the foreseeable future and during their most formative years&#8230; a period when they should be free to work toward satisfying careers, saving to purchase their own homes, preparing to raise families and, eventually, achieving financial independence. Instead, as long as the government holds their debt, it can now dictate how these students will lead their lives in service to their government&#8217;s regime goals (as in, &#8220;we will forgive x-amount of your debt if you &#8220;agree&#8221; to work in only certain prescribed professions or government-approved public works programs under certain given conditions dictated by us, your master) Or, let&#8217;s try the Chicago Way: &#8220;as long as we hold your debt, you will only believe certain things, work for certain causes, and vote in certain ways&#8221; . Their indentured servitude has taken away their freedom to think, to act and to build their own futures. Even more sadly, for many of these students, their expensive college educations amounted to little more than indoctrination whereby to accept these circumstances as a good thing: witness the large number whose goal in life is simply to work for &#8220;non-profits&#8221;.</p>
<p>The especially egregious aspect of this is that it is poorer students that have so been hooked into government dependency. But then, that has pretty much been par for the course for Liberal government, hasn&#8217;t it? Government did this before, with poor blacks and the War on Poverty. Government programs enslave the poor through indentured dependency.  Rich or talented kids don&#8217;t have to worry about this: they have parents, scholarships or trust funds to ensure that they never become indentured government debt pawns. The especially pathetic part of these events is that these indebted students and graduates have been led to believe, through Orwellian deflection, that the agents of their servitude are banks, conservatism, political and economic liberty, and capitalism &#8211; the very agents that could yet free them &#8211; rather than the government and academia that shackled them.</p>
<p>I suspect that, deep down in their hearts, many of the OWS protestors are slowly coming to realize their predicament. They&#8217;ve been had. Eventually, I expect, they will come to learn the truth about their servitude. I hope that they will still have the strength to resist.</p>
<p>I think that it is safe to say that slavery, not democracy, has been a defining condition for the great majority of human history. This may not be a point stressed in the Orwellian halls of academia that groomed this new government slave class at these students&#8217; own expense, but it is a historical truism, none the less. It would truly be sad if what we are observing at the various OWS rallies around the country and world is simply an age-old historical evil reasserting itself in modern drag. What we are now seeing as the product of the college experience is the emergence of two classes: a wealthy, highly educated ruling class and a subservient, dependent, servant class that got suckered into paying the Liberal/Left ruling class to deprive it of intellectual and economic choices under the Orwellian guise of &#8220;freedom&#8221;. The Liberal/Left has done a bang-up job of severely crippling a generation of our children. I would be hard-pressed to conceive of  a more gross corruption of the American ideal.</p>
<p>I hope that I am wrong. What do you think?</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.bookwormroom.com/2011/10/30/slouching-into-slavery/feed/</wfw:commentRss>
		<slash:comments>19</slash:comments>
		</item>
		<item>
		<title>The U.S. debt in terms we can all understand</title>
		<link>http://www.bookwormroom.com/2011/10/26/the-u-s-debt-in-terms-we-can-all-understand/</link>
		<comments>http://www.bookwormroom.com/2011/10/26/the-u-s-debt-in-terms-we-can-all-understand/#comments</comments>
		<pubDate>Wed, 26 Oct 2011 15:37:10 +0000</pubDate>
		<dc:creator>Bookworm</dc:creator>
				<category><![CDATA[Economics]]></category>
		<category><![CDATA[Debt]]></category>
		<category><![CDATA[Deficit]]></category>

		<guid isPermaLink="false">http://www.bookwormroom.com/?p=19664</guid>
		<description><![CDATA[A friend sent this: This helps to understand the US debt: • U.S. Tax revenue: $2,170,000,000,000 • Fed budget: $3,820,000,000,000 • New debt: $ 1,650,000,000,000 • National debt: $14,271,000,000,000 • Recent budget cut: $ 38,500,000,000 Let’s remove 8 zeros and pretend it’s a household budget. • Annual family income: $21,700 • Money the family spent: [...]]]></description>
			<content:encoded><![CDATA[<div class="tweetmeme_button" style="float: right; margin-left: 10px;">
			<a href="http://api.tweetmeme.com/share?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F10%2F26%2Fthe-u-s-debt-in-terms-we-can-all-understand%2F"><br />
				<img src="http://api.tweetmeme.com/imagebutton.gif?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F10%2F26%2Fthe-u-s-debt-in-terms-we-can-all-understand%2F&amp;source=bookwormroom&amp;style=normal&amp;b=2" height="61" width="50" /><br />
			</a>
		</div>
<p>A friend sent this:</p>
<blockquote><p><strong>This helps to understand the US debt:</strong><br />
• U.S. Tax revenue: $2,170,000,000,000<br />
• Fed budget: $3,820,000,000,000<br />
• New debt: $ 1,650,000,000,000<br />
• National debt: $14,271,000,000,000<br />
• Recent budget cut: $ 38,500,000,000</p>
<p><strong>Let’s remove 8 zeros and pretend it’s a household budget.</strong><br />
• Annual family income: $21,700<br />
• Money the family spent: $38,200<br />
• New debt on the credit card: $16,500<br />
• Outstanding balance on the credit card: $142,710<br />
• Total budget cuts: $385</p>
<p>CLEARER, huh?</p></blockquote>
]]></content:encoded>
			<wfw:commentRss>http://www.bookwormroom.com/2011/10/26/the-u-s-debt-in-terms-we-can-all-understand/feed/</wfw:commentRss>
		<slash:comments>16</slash:comments>
		</item>
		<item>
		<title>A rising tide lifts all boats</title>
		<link>http://www.bookwormroom.com/2011/10/13/a-rising-tide-lifts-all-boats/</link>
		<comments>http://www.bookwormroom.com/2011/10/13/a-rising-tide-lifts-all-boats/#comments</comments>
		<pubDate>Thu, 13 Oct 2011 16:39:11 +0000</pubDate>
		<dc:creator>Bookworm</dc:creator>
				<category><![CDATA[Economics]]></category>

		<guid isPermaLink="false">http://www.bookwormroom.com/?p=19515</guid>
		<description><![CDATA[I&#8217;ve periodically mentioned here a visit I made many years ago to the Tenement Museum in New York.  Every time I mention it, I make the same point:  the museum demonstrates America&#8217;s social mobility because census records show that the tenement&#8217;s descendents all moved upwards economically.  Grandpa Guiseppe or Grandma Sadie might have had a [...]]]></description>
			<content:encoded><![CDATA[<div class="tweetmeme_button" style="float: right; margin-left: 10px;">
			<a href="http://api.tweetmeme.com/share?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F10%2F13%2Fa-rising-tide-lifts-all-boats%2F"><br />
				<img src="http://api.tweetmeme.com/imagebutton.gif?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F10%2F13%2Fa-rising-tide-lifts-all-boats%2F&amp;source=bookwormroom&amp;style=normal&amp;b=2" height="61" width="50" /><br />
			</a>
		</div>
<p>I&#8217;ve periodically mentioned here a visit I made many years ago to the <a href="http://tenement.org/" target="_blank">Tenement Museum in New York</a>.  Every time I mention it, I make the same point:  the museum demonstrates America&#8217;s social mobility because census records show that the tenement&#8217;s descendents all moved upwards economically.  Grandpa Guiseppe or Grandma Sadie might have had a miserable experience, but their grandchildren and great grandchildren were prosperous, mainstream Americans.</p>
<p>Here&#8217;s a video that says this is no surprise, as America is characterized by income mobility &#8212; stick around in this country long enough, and stay away from the welfare trap, and you too can make money or, at least, your descendents can:</p>
<p><a href="http://www.bookwormroom.com/2011/10/13/a-rising-tide-lifts-all-boats/"><em>Click here to view the embedded video.</em></a></p>
<p>(Hat tip:  <a href="http://www.theneweditor.com/index.php?/archives/13430-Are-the-Poor-Getting-Poorer.html" target="_blank">The New Editor</a>)</p>
<p>If you go to the YouTube page for the video, you&#8217;ll see a bunch of garbled comments saying that the video is a lie.  As you all know, aside from common sense financial observations (i.e., if you spend less money, you&#8217;ll have more money in pocket, whether you&#8217;re an individual or a government), convoluted economic theories tend to muddle me.  This video offers a very straightforward theory and, in keeping with my reverence for Occam&#8217;s Razor, I&#8217;m inclined to believe it.  Do you support the video or do you see errors?</p>
]]></content:encoded>
			<wfw:commentRss>http://www.bookwormroom.com/2011/10/13/a-rising-tide-lifts-all-boats/feed/</wfw:commentRss>
		<slash:comments>7</slash:comments>
		</item>
		<item>
		<title>Work as contribution</title>
		<link>http://www.bookwormroom.com/2011/09/27/work-as-contribution/</link>
		<comments>http://www.bookwormroom.com/2011/09/27/work-as-contribution/#comments</comments>
		<pubDate>Tue, 27 Sep 2011 14:40:28 +0000</pubDate>
		<dc:creator>Danny Lemieux</dc:creator>
				<category><![CDATA[Capitalism]]></category>
		<category><![CDATA[Economics]]></category>
		<category><![CDATA[Hard Work]]></category>
		<category><![CDATA[contribution]]></category>
		<category><![CDATA[society]]></category>
		<category><![CDATA[Work]]></category>

		<guid isPermaLink="false">http://www.bookwormroom.com/?p=19243</guid>
		<description><![CDATA[A short time ago, my priest gave a sermon that addressed the deep sorrow and sense of worthlessness internalized by our parishioners that were unemployed. The point of the sermon, actually, was how the unemployed felt &#8220;useless&#8221; and demeaned for being unable to provide for their families, but that nobody in God&#8217;s family should ever [...]]]></description>
			<content:encoded><![CDATA[<div class="tweetmeme_button" style="float: right; margin-left: 10px;">
			<a href="http://api.tweetmeme.com/share?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F09%2F27%2Fwork-as-contribution%2F"><br />
				<img src="http://api.tweetmeme.com/imagebutton.gif?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F09%2F27%2Fwork-as-contribution%2F&amp;source=bookwormroom&amp;style=normal&amp;b=2" height="61" width="50" /><br />
			</a>
		</div>
<p>A short time ago, my priest gave a sermon that addressed the deep sorrow and sense of worthlessness internalized by our parishioners that were unemployed. The point of the sermon, actually, was how the unemployed felt &#8220;useless&#8221; and demeaned for being unable to provide for their families, but that nobody in God&#8217;s family should ever feel useless or demeaned. Fine sentiments.</p>
<p>It struck me, though, that we miss a big part of what work represents: contribution. We work to contribute to our society. The value of that contribution to society is often measured by the money we make (profit is a measure of value creation). Whether you design a new i-gizmo, manage a postal delivery room, mop floors or serve-up burgers at the big-M, you are contributing and, as such, your work is noble. A mind game that I like to play when people speak of certain work being beneath them is to ask, what if that job just disappeared: no ditch diggers, no burger flippers, no cleaning people, no garbage collectors (oops, &#8220;sanitation engineers)? Not a pretty picture, is it?</p>
<p>I once reminded my kids of this when they made fun of fast-food service workers. Both ended up working as restaurant help (my son worked at Taco Bell). It was good for them.</p>
<p>I suspect that much of the angst and ennuie that we see among the unemployed, trust-fund babies and the badly-employed (i.e., those that knowingly cause damage to society) is a deep seated awareness that they are not contributing. This leads to anger, antisocial behaviors and tantrums. In many case, not only they not contributing, but they feed off the productivity of the contributors. That certainly doesn&#8217;t contribute to self-esteem. On the other hand, if you contribute, you don&#8217;t need to feel bad about yourself. I am at an age where my peers love nothing more than to mentor younger employees and pass on the knowledge they have accumulated over their careers. There is a wonderful light in the eyes of these veterans &#8211; they are contributing!</p>
<p>Unfortunately, I sense that our society has been drifting away from this. Work is seen by too many as something that one is forced to do in order to survive, a necessary drudgery. Wage slaves. It&#8217;s so unfair!  Too many people choose professions because they want to make money, rather than by their sense of how they will contribute. I have known many such people, some very wealthy, most of whom were profoundly unhappy.</p>
<p>That&#8217;s too bad. I suspect that one big reason our country is in decline is because we measure tend to measure our lives by the material things we obtain rather than by how we contribute to society.</p>
<p>I suggest that one way we can really help our country is to re-ennoble the value of work by, as Book mentioned so eloquently in an earlier post, reframing its meaning. I don&#8217;t care what kind of work somebody does&#8230;just as long as they contribute, it is noble, it is good.</p>
<p>If you disagree with me, let me know. If you agree, then go let&#8217;s go and find some young kids and explain to them the nobility of work as a contribution to society. Don&#8217;t ask people what they do for a living, ask them how they &#8220;contribute&#8221;. I suggest that we could spread around quite a bit of happiness and self worth that way.</p>
<p>That&#8217;s just my two cents, of course.</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.bookwormroom.com/2011/09/27/work-as-contribution/feed/</wfw:commentRss>
		<slash:comments>34</slash:comments>
		</item>
		<item>
		<title>What&#8217;s wrong with this picture; or, is there something wrong with this picture? *UPDATED*</title>
		<link>http://www.bookwormroom.com/2011/09/26/whats-wrong-with-this-picture-or-is-there-something-wrong-with-this-picture/</link>
		<comments>http://www.bookwormroom.com/2011/09/26/whats-wrong-with-this-picture-or-is-there-something-wrong-with-this-picture/#comments</comments>
		<pubDate>Mon, 26 Sep 2011 17:34:08 +0000</pubDate>
		<dc:creator>Bookworm</dc:creator>
				<category><![CDATA[Barack Obama]]></category>
		<category><![CDATA[Economics]]></category>
		<category><![CDATA[Debt]]></category>
		<category><![CDATA[Deficit]]></category>

		<guid isPermaLink="false">http://www.bookwormroom.com/?p=19232</guid>
		<description><![CDATA[This picture showed up on my liberal friends&#8217; posts at Facebook today: As for me, over the past two years, I&#8217;ve been spending my time looking at this picture, or ones very similar: The first image is about debt and the second is about deficit.  Is that the only difference?  Can someone please explain to [...]]]></description>
			<content:encoded><![CDATA[<div class="tweetmeme_button" style="float: right; margin-left: 10px;">
			<a href="http://api.tweetmeme.com/share?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F09%2F26%2Fwhats-wrong-with-this-picture-or-is-there-something-wrong-with-this-picture%2F"><br />
				<img src="http://api.tweetmeme.com/imagebutton.gif?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F09%2F26%2Fwhats-wrong-with-this-picture-or-is-there-something-wrong-with-this-picture%2F&amp;source=bookwormroom&amp;style=normal&amp;b=2" height="61" width="50" /><br />
			</a>
		</div>
<p>This picture showed up on my liberal friends&#8217; posts at Facebook today:</p>
<p><img src="https://fbcdn-sphotos-a.akamaihd.net/hphotos-ak-ash4/296803_10150327948418025_718483024_7958940_1080242083_n.jpg" alt="" width="530" height="386" /></p>
<p>As for me, over the past two years, I&#8217;ve been spending my time looking at this picture, or ones very similar:</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>The first image is about debt and the second is about deficit.  Is that the only difference?  Can someone please explain to me why the first one, which is circulating freely amongst liberals, makes it look as if Obama&#8217;s a piker when it comes to spending, while the other one, the chart conservatives drag out, makes it appear that Obama is very quickly driving us into the poor house?</p>
<p>What occurs to me looking at the first chart is that, fearsome red lines notwithstanding, the country was thriving under Reagan (and it did pretty well under Bush too).  Conversely, the country is struggling under Obama, despite that little blue 16% line.  Meanwhile, the second chart, which shows serious red Obama years coincides with serious economic despair in the country.</p>
<p>I know I&#8217;m being stupid and simplistic about this.  I can only blame a combination of economic ignorance and severe sleep deprivation (call it Insomnia &#8220;R&#8221; Us).</p>
<p><span style="color: #ff0000;"><strong>UPDATE</strong></span>:  You&#8217;re all correct (of course).  As this <a href="http://www.politifact.com/truth-o-meter/statements/2011/may/19/nancy-pelosi/nancy-pelosi-posts-questionable-chart-debt-accumul/" target="_blank">fact-check from PolitiFact shows</a>, the chart falls into the lies, damn lies, and statistics category.  Thank you, cuneiandro, for the link.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.bookwormroom.com/2011/09/26/whats-wrong-with-this-picture-or-is-there-something-wrong-with-this-picture/feed/</wfw:commentRss>
		<slash:comments>23</slash:comments>
		</item>
		<item>
		<title>If #AttackWatch is still looking for a serial and serious offender, Mark Steyn is reporting for punishment, Sir!</title>
		<link>http://www.bookwormroom.com/2011/09/17/if-attackwatch-is-still-looking-for-a-serial-and-serious-offender-mark-steyn-is-reporting-for-punishment-sir/</link>
		<comments>http://www.bookwormroom.com/2011/09/17/if-attackwatch-is-still-looking-for-a-serial-and-serious-offender-mark-steyn-is-reporting-for-punishment-sir/#comments</comments>
		<pubDate>Sat, 17 Sep 2011 20:26:38 +0000</pubDate>
		<dc:creator>Bookworm</dc:creator>
				<category><![CDATA[Economics]]></category>
		<category><![CDATA[Barack Obama]]></category>
		<category><![CDATA[Pass this bill]]></category>

		<guid isPermaLink="false">http://www.bookwormroom.com/?p=19098</guid>
		<description><![CDATA[It&#8217;s been a few days since Obama&#8217;s ridiculous &#8220;Pass this bill now&#8221; moment before Congress, but he&#8217;s taken the show on the road, so Mark Steyn still has lots to say on the subject: On Thursday night, the president told a Democratic fundraiser in Washington that the Pass My Jobs Bill bill would create 1.9 [...]]]></description>
			<content:encoded><![CDATA[<div class="tweetmeme_button" style="float: right; margin-left: 10px;">
			<a href="http://api.tweetmeme.com/share?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F09%2F17%2Fif-attackwatch-is-still-looking-for-a-serial-and-serious-offender-mark-steyn-is-reporting-for-punishment-sir%2F"><br />
				<img src="http://api.tweetmeme.com/imagebutton.gif?url=http%3A%2F%2Fwww.bookwormroom.com%2F2011%2F09%2F17%2Fif-attackwatch-is-still-looking-for-a-serial-and-serious-offender-mark-steyn-is-reporting-for-punishment-sir%2F&amp;source=bookwormroom&amp;style=normal&amp;b=2" height="61" width="50" /><br />
			</a>
		</div>
<p>It&#8217;s been a few days since Obama&#8217;s ridiculous &#8220;Pass this bill now&#8221; moment before Congress, but he&#8217;s taken the show on the road, so <a href="http://www.nationalreview.com/articles/277492/pass-jobs-bill-mark-steyn?page=1" target="_blank">Mark Steyn still has lots to say</a> on the subject:</p>
<blockquote><p>On Thursday night, the president told a Democratic fundraiser in Washington that the Pass My Jobs Bill bill would create 1.9 million new jobs. What kind of jobs are created by this kind of magical thinking? Well, they’re “green jobs” — and, if we know anything about “green jobs,” it’s that they take a lot of green. German taxpayers subsidize “green jobs” in their wind-power industry to the tune of a quarter of a million dollars per worker per year: $250,000 per “green job” would pay for a lot of real jobs, even in the European Union. Last year, it was revealed that the Spanish government paid $800,000 for every “green job” on a solar-panel assembly line. I had assumed carelessly that this must be a world record in terms of taxpayer subsidy per fraudulent “green job.” But it turns out those cheapskate Spaniards with their lousy nickel-and-dime “green jobs” subsidy just weren’t thinking big. The Obama administration’s $38.6 billion “clean technology” program was supposed to “create or save” 65,000 jobs. Half the money has been spent — $17.2 billion — and we have 3,545 jobs to show for it. That works out to an impressive $4,851,904.09 per “green job.” A world record! Take that, you loser Spaniards! U.S.A.! U.S.A.!</p></blockquote>
<p>Ooooh, yeah!</p>
]]></content:encoded>
			<wfw:commentRss>http://www.bookwormroom.com/2011/09/17/if-attackwatch-is-still-looking-for-a-serial-and-serious-offender-mark-steyn-is-reporting-for-punishment-sir/feed/</wfw:commentRss>
		<slash:comments>3</slash:comments>
		</item>
	</channel>
</rss>

<!-- Performance optimized by W3 Total Cache. Learn more: http://www.w3-edge.com/wordpress-plugins/

Page Caching using disk: enhanced
Database Caching 2/48 queries in 0.394 seconds using disk: basic
Object Caching 2190/2307 objects using disk: basic

Served from: www.bookwormroom.com @ 2012-02-09 21:03:45 -->
